Coupling and Dissociation in Artificial Molecules
... the P = N ↑ −N ↓= 2 and the P = 0 spin polarizations are displayed in Fig. 1 and Fig. 2, respectively. The P = 2 case is an open-shell case and is treated within the (spin unrestricted) s-UHF method, in analogy with the standard practice for open-shell configurations in Quantum Chemistry [21]; the P ...
... the P = N ↑ −N ↓= 2 and the P = 0 spin polarizations are displayed in Fig. 1 and Fig. 2, respectively. The P = 2 case is an open-shell case and is treated within the (spin unrestricted) s-UHF method, in analogy with the standard practice for open-shell configurations in Quantum Chemistry [21]; the P ...
Steady-state quantum interference in resonance
... We have found that steady-state quantum interference may cause complete cancellation in the total resonance fluorescence because we have restricted our attention to atoms having a single (non-degenerate) ground state. If we expand our treatment to include atoms having multiple ground states, the gen ...
... We have found that steady-state quantum interference may cause complete cancellation in the total resonance fluorescence because we have restricted our attention to atoms having a single (non-degenerate) ground state. If we expand our treatment to include atoms having multiple ground states, the gen ...
Photonic Communications and Quantum Information Storage
... results are plotted for both the quantized and quantum channel capacities, spectral efficiencies and the information storage capacities. The results demonstrate the feasibility of Terabit per sec to Petabit per sec data rates and Petabyte information storage capacities of 2/ln2 bits/ photon or one q ...
... results are plotted for both the quantized and quantum channel capacities, spectral efficiencies and the information storage capacities. The results demonstrate the feasibility of Terabit per sec to Petabit per sec data rates and Petabyte information storage capacities of 2/ln2 bits/ photon or one q ...
Lecture 11
... What recurrence relation will return the optimal solution to the Traveling Salesman Problem? If T(i) is the optimal tour on the first i points, will this help us in solving larger instances of the problem? Can we set T(i+1) to be T(i) with the additional point inserted in the position that will resu ...
... What recurrence relation will return the optimal solution to the Traveling Salesman Problem? If T(i) is the optimal tour on the first i points, will this help us in solving larger instances of the problem? Can we set T(i+1) to be T(i) with the additional point inserted in the position that will resu ...
- 1 - THE NATURE AND SPEED OF LIGHT Peter Kohut Maly Saris
... So we have derived the circumferential velocity v which is the same for all photons. It is irrelevant, whether we interpret the internal motion of a photon as an oscillation, vibration or rotation, because the rotation projects to the perpendicular plane as an oscillation. The internal motion of a p ...
... So we have derived the circumferential velocity v which is the same for all photons. It is irrelevant, whether we interpret the internal motion of a photon as an oscillation, vibration or rotation, because the rotation projects to the perpendicular plane as an oscillation. The internal motion of a p ...
Topological Phases of matter - Harvard Condensed Matter Theory
... in the absence of magnetic field. In the following, we explain TKNN formula. The aim here is to give a flavor of how some ”topological invariant” can be defined for a given ground state. We will give a simpler example where Chern number can be understood in an intuitive fashion. A short introduction ...
... in the absence of magnetic field. In the following, we explain TKNN formula. The aim here is to give a flavor of how some ”topological invariant” can be defined for a given ground state. We will give a simpler example where Chern number can be understood in an intuitive fashion. A short introduction ...
Quantum-gravitational effects for inflationary perturbations and the
... In this dissertation, we investigate cosmological models within the framework of canonical quantum gravity based on the Wheeler–DeWitt equation with regard to whether it is possible to observe effects of quantum gravity in the Cosmic Microwave Background radiation and whether a specific class of mil ...
... In this dissertation, we investigate cosmological models within the framework of canonical quantum gravity based on the Wheeler–DeWitt equation with regard to whether it is possible to observe effects of quantum gravity in the Cosmic Microwave Background radiation and whether a specific class of mil ...
Nonlinear quantum mechanics, the superposition principle, and the
... quantum measurement is a natural by-product. The nonlinear equation we use in §5 is a model, in the sense that it is not rigorously derived from an underlying mathematical description of the required reformulation of quantum mechanics. Nonetheless, it is motivated by considerations of the structure ...
... quantum measurement is a natural by-product. The nonlinear equation we use in §5 is a model, in the sense that it is not rigorously derived from an underlying mathematical description of the required reformulation of quantum mechanics. Nonetheless, it is motivated by considerations of the structure ...
How brains make decisions
... The brain is the center of the nervous system in all vertebrates and most invertebrates. Only a few invertebrates, such as sponges, jellyfish, sea squirts, and starfish do not have one, though they have diffuse neural tissue. The brain of a vertebrate is the most complex organ of its body. In a typi ...
... The brain is the center of the nervous system in all vertebrates and most invertebrates. Only a few invertebrates, such as sponges, jellyfish, sea squirts, and starfish do not have one, though they have diffuse neural tissue. The brain of a vertebrate is the most complex organ of its body. In a typi ...
Section 1.5 - 1 1.5 The Vector Model of the Atom Classical Physics: If
... Obviously, j must be half-integral for a one-electron system, therefore j can be: j = (½ √3), (½ √15), (½ √35) by the formula given above for j; with j = ½, 3/2, 5/2, ... b) By summation of quantum numbers ml and ms (i.e. the possible values of the zcomponent of l and s). This method is generally ap ...
... Obviously, j must be half-integral for a one-electron system, therefore j can be: j = (½ √3), (½ √15), (½ √35) by the formula given above for j; with j = ½, 3/2, 5/2, ... b) By summation of quantum numbers ml and ms (i.e. the possible values of the zcomponent of l and s). This method is generally ap ...
